What is the exact mathematical process to calculate time passed?
Q. For example if you wanted to know how long it would take you do somthing. Like its 10:45 and the activity takes 50 minutes. What mathematical process do you use to calculate what time the activity ends. Another example 1:50 and the activity takes 30 minutes. Please help, I am not stupid, I am just trying to make a C++ program which needs to know the exact mathematical process. Thankyou!
Asked by Mercedes-Benz Formula 1 racer - Mon Oct 27 22:53:58 2008 - - 4 Answers - 0 Comments
A. if time taken is in minutes add it to minutes if sum equals 60 add 1 to hours and make min as 00 if sum exceeds 60 subtract 60 from min and add 1 to hrs and if still min exceeds 60 repeat the above step if time is in hrs add to hrs
Answered by rakesh - Mon Oct 27 23:02:48 2008
Q. For example if you wanted to know how long it would take you do somthing. Like its 10:45 and the activity takes 50 minutes. What mathematical process do you use to calculate what time the activity ends. Another example 1:50 and the activity takes 30 minutes. Please help, I am not stupid, I am just trying to make a C++ program which needs to know the exact mathematical process. Thankyou!
Asked by Mercedes-Benz Formula 1 racer - Mon Oct 27 22:53:58 2008 - - 4 Answers - 0 Comments
A. if time taken is in minutes add it to minutes if sum equals 60 add 1 to hours and make min as 00 if sum exceeds 60 subtract 60 from min and add 1 to hrs and if still min exceeds 60 repeat the above step if time is in hrs add to hrs
Answered by rakesh - Mon Oct 27 23:02:48 2008
What is the mathematical formula for calculating artillery tables?
Q. I was just curious how the army calculates where the artillery strike will go and the mathematical formula for doing it.
Asked by Ben E - Mon Jul 27 13:00:58 2009 - - 1 Answers - 0 Comments
A. The basic calculation is ballistic motion, however with modern computer they are considerably more complicated as they account for wind, temperature, humidity, etc...
Answered by Brian K - Mon Jul 27 13:04:32 2009
Q. I was just curious how the army calculates where the artillery strike will go and the mathematical formula for doing it.
Asked by Ben E - Mon Jul 27 13:00:58 2009 - - 1 Answers - 0 Comments
A. The basic calculation is ballistic motion, however with modern computer they are considerably more complicated as they account for wind, temperature, humidity, etc...
Answered by Brian K - Mon Jul 27 13:04:32 2009
Math portfolio : How to construct a mathematical model ?
Q. I have to do a mathematical model of mean temperatures for some cities for a Math portfolio . But how is a mathematical model "modeled" ? I mean , is there a certain way of created a mathematical model ? Thanks .
Asked by Jordan!2332 - Sun May 10 22:34:38 2009 - - 2 Answers - 0 Comments
A. In this sense I believe it is asking you to model the temperature in the form of an equation. for ex: y = 4.5 x + 48.95 y = the temperature of the city x = the time of day
Answered by SugarNSpice - Sun May 10 22:50:33 2009
Q. I have to do a mathematical model of mean temperatures for some cities for a Math portfolio . But how is a mathematical model "modeled" ? I mean , is there a certain way of created a mathematical model ? Thanks .
Asked by Jordan!2332 - Sun May 10 22:34:38 2009 - - 2 Answers - 0 Comments
A. In this sense I believe it is asking you to model the temperature in the form of an equation. for ex: y = 4.5 x + 48.95 y = the temperature of the city x = the time of day
Answered by SugarNSpice - Sun May 10 22:50:33 2009
What was the mathematical equation discovered by John Nash?
Q. Nobel prize winner... anyone know where I can find the equation or an example of the mathematical equation? Apparently it is still used today, but if that's true I'm having a bugger of a time finding it.
Asked by Jean O - Mon Apr 6 19:28:11 2009 - - 3 Answers - 0 Comments
A. I'm not sure what equation you are referring to; Nash made some contributions to the theory of parabolic partial differential equations, but he certainly did not discover them and his work in that area isn't particularly distinguished. Nash is primarily famous for his work on non-cooperative games (this won him a Nobel prize in economics) and for his discovery of some isometric embedding theorems in Riemannian geometry. His main contribution to game theory was to define certain configurations of strategies in non-cooperative games, called Nash equilibria, that are in a certain sense stable and to prove that Nash equilibria always exist. A configuration of strategies is called a Nash equilibrium if no player would change his or her… [cont.]
Answered by anonymous dude - Mon Apr 6 20:15:33 2009
Q. Nobel prize winner... anyone know where I can find the equation or an example of the mathematical equation? Apparently it is still used today, but if that's true I'm having a bugger of a time finding it.
Asked by Jean O - Mon Apr 6 19:28:11 2009 - - 3 Answers - 0 Comments
A. I'm not sure what equation you are referring to; Nash made some contributions to the theory of parabolic partial differential equations, but he certainly did not discover them and his work in that area isn't particularly distinguished. Nash is primarily famous for his work on non-cooperative games (this won him a Nobel prize in economics) and for his discovery of some isometric embedding theorems in Riemannian geometry. His main contribution to game theory was to define certain configurations of strategies in non-cooperative games, called Nash equilibria, that are in a certain sense stable and to prove that Nash equilibria always exist. A configuration of strategies is called a Nash equilibrium if no player would change his or her… [cont.]
Answered by anonymous dude - Mon Apr 6 20:15:33 2009
What is the mathematical formula to measure distance between two latitude and longitude points.?
Q. Iam using google map code for my project, so i need to calculate the distance between two location by latitude and longitude values. i need correct "mathematical formula" to do that code. plz help me, iam waiting for ur's answer.
Asked by sweety - Fri Sep 18 03:19:00 2009 - - 1 Answers - 0 Comments
A. This is a problem in spherical trigonometry. I will spare you the gory details and give you the formula. Given: City A is at Latitude LatA, + north, - south Longitude LonA, + east, - west City B is at Latitude LatB, + north, - south Longitude LonB, + east, - west cos C = (sin LatA * sin LatB) + (cos LatA * cos LatB * cos (LonA - LonB)) Where C is the angle at the center of the Earth between the two cities. Convert C to radians by dividing C by 180 / pi. Convert radians to miles by multiplying by the radius of the Earth, 3959 miles (average).
Answered by Singles L - Sat Sep 19 18:00:46 2009
Q. Iam using google map code for my project, so i need to calculate the distance between two location by latitude and longitude values. i need correct "mathematical formula" to do that code. plz help me, iam waiting for ur's answer.
Asked by sweety - Fri Sep 18 03:19:00 2009 - - 1 Answers - 0 Comments
A. This is a problem in spherical trigonometry. I will spare you the gory details and give you the formula. Given: City A is at Latitude LatA, + north, - south Longitude LonA, + east, - west City B is at Latitude LatB, + north, - south Longitude LonB, + east, - west cos C = (sin LatA * sin LatB) + (cos LatA * cos LatB * cos (LonA - LonB)) Where C is the angle at the center of the Earth between the two cities. Convert C to radians by dividing C by 180 / pi. Convert radians to miles by multiplying by the radius of the Earth, 3959 miles (average).
Answered by Singles L - Sat Sep 19 18:00:46 2009
How can I use mathematical symbols in questions & answers?
Q. I'd like to be able to use proper mathematical symbols (superscripts / subscripts / greek letters etc) in my answers here. Some people seem to be able to do it, so what's the secret? Do I need to copy and paste from the Character Map? Will everyone see the same thing? What's the easiest way?
Asked by Yokki - Thu Jan 3 16:25:31 2008 - - 1 Answers - 0 Comments
A. I copy and paste mine from the character map. It's time consuming, so I don't do it too much.
Answered by MsMath - Thu Jan 3 17:24:51 2008
Q. I'd like to be able to use proper mathematical symbols (superscripts / subscripts / greek letters etc) in my answers here. Some people seem to be able to do it, so what's the secret? Do I need to copy and paste from the Character Map? Will everyone see the same thing? What's the easiest way?
Asked by Yokki - Thu Jan 3 16:25:31 2008 - - 1 Answers - 0 Comments
A. I copy and paste mine from the character map. It's time consuming, so I don't do it too much.
Answered by MsMath - Thu Jan 3 17:24:51 2008
How to make a mathematical working project?
Q. I have been told to make a mathematical working project but i dont know what to make. The model should be a 3d one.
Asked by Sonali Agrawal - Thu Oct 11 12:16:03 2007 - - 1 Answers - 0 Comments
A. you can try to make, with playdoh, quadratic surfaces, for example, the sphere, an ellipsoid, a paraboloid, etc etc
Answered by lalu - Mon Oct 15 11:57:22 2007
Q. I have been told to make a mathematical working project but i dont know what to make. The model should be a 3d one.
Asked by Sonali Agrawal - Thu Oct 11 12:16:03 2007 - - 1 Answers - 0 Comments
A. you can try to make, with playdoh, quadratic surfaces, for example, the sphere, an ellipsoid, a paraboloid, etc etc
Answered by lalu - Mon Oct 15 11:57:22 2007
What was one other mathematical development of Pythagoras besides the Pythagorean Theorem?
Q. I am doing a project on Pythagoras for math class. I need to know another mathematical development that Pythagoras accomplished besides the Pythagorean Theorem. What was one other mathematical development of Pythagoras besides the Pythagorean Theorem? Please list your website source. Thanks so much. P.S. Please simplify the information that an eighth grader would understand.
Asked by BK - Thu Jan 8 15:05:17 2009 - - 4 Answers - 0 Comments
A. It's hard to say what was really from Pythagoras himself and what came out of the Pythagoreans (the group of mathematicans he led) in general. But here are a couple of more: 1) The sum of the angles of a triangle is "equal to two right angles". (In other words,if you add up the three angles of a triangle you always get 180 degrees.) 2) The discover of irrational numbers (numbers that can't be written in the form of a/b, where a and b are whole numbers). 3) The 5 platonic solids. 4) He disovered a lot of relations between whole number ratios and things like music, architecture, etc. He showed that strings that were in simple whole number ratios produced pitches that were consonant with each other. This page has a lot more info:
Answered by Geezah - Thu Jan 8 15:16:00 2009
Q. I am doing a project on Pythagoras for math class. I need to know another mathematical development that Pythagoras accomplished besides the Pythagorean Theorem. What was one other mathematical development of Pythagoras besides the Pythagorean Theorem? Please list your website source. Thanks so much. P.S. Please simplify the information that an eighth grader would understand.
Asked by BK - Thu Jan 8 15:05:17 2009 - - 4 Answers - 0 Comments
A. It's hard to say what was really from Pythagoras himself and what came out of the Pythagoreans (the group of mathematicans he led) in general. But here are a couple of more: 1) The sum of the angles of a triangle is "equal to two right angles". (In other words,if you add up the three angles of a triangle you always get 180 degrees.) 2) The discover of irrational numbers (numbers that can't be written in the form of a/b, where a and b are whole numbers). 3) The 5 platonic solids. 4) He disovered a lot of relations between whole number ratios and things like music, architecture, etc. He showed that strings that were in simple whole number ratios produced pitches that were consonant with each other. This page has a lot more info:
Answered by Geezah - Thu Jan 8 15:16:00 2009
What does Permutation mean in terms of Mathematical grouping?
Q. Permutation in terms of Mathematical Grouping. No Wikipedia definition please. I want a clear and simple explanation, thanks Yahoo Community!
Asked by Raymond - Wed Oct 14 22:29:11 2009 - - 1 Answers - 0 Comments
A. Hopefully this is what you are looking for... When you have a population of "items" and you want to find out the number of ways you can group these items, it is what is called an enumeration problem. Essentially, how many ways can you sample from the population. In enumeration, there are just 2 factors you take into consideration: replacement and ordering. There are 4 cases of grouping/sampling (enumeration). The major 3 that I am familiar with are as follows: Case 1) /w Replacement, /w Order Case 2) no Replacement, /w Order Case 3) no Replacement, no Order If you have a sample where R=number of items in a sample (in grouping) and N=number of items in the population... Case 1) Total # of possible samples: N^R Case 2) Total # of… [cont.]
Answered by unknown - Wed Oct 14 22:47:37 2009
Q. Permutation in terms of Mathematical Grouping. No Wikipedia definition please. I want a clear and simple explanation, thanks Yahoo Community!
Asked by Raymond - Wed Oct 14 22:29:11 2009 - - 1 Answers - 0 Comments
A. Hopefully this is what you are looking for... When you have a population of "items" and you want to find out the number of ways you can group these items, it is what is called an enumeration problem. Essentially, how many ways can you sample from the population. In enumeration, there are just 2 factors you take into consideration: replacement and ordering. There are 4 cases of grouping/sampling (enumeration). The major 3 that I am familiar with are as follows: Case 1) /w Replacement, /w Order Case 2) no Replacement, /w Order Case 3) no Replacement, no Order If you have a sample where R=number of items in a sample (in grouping) and N=number of items in the population... Case 1) Total # of possible samples: N^R Case 2) Total # of… [cont.]
Answered by unknown - Wed Oct 14 22:47:37 2009
How is math used in Olympic diving? How would you explain the angles in mathematical form?
Q. How would I describe the degrees and angles in the spins and turns in mathematical form for my math paper?
Asked by Bethany - Thu Aug 21 18:02:38 2008 - - 1 Answers - 0 Comments
A. well the angle of entry into the water, good divers enter from a straight line into the water, but a more diver would be angled a few degrees up or down also how many degrees do the rotate, as they spin on x or y axis kinda like skateboarders do they spin 90 degrees, 180, 360, 720 degrees or a sick 900 degrees as they spin in mid air do they do a pike position in the air which would be a 90 degrees angles with arms touching feet at 45 degrees each, if their form is a perfect they should form a triangle if you want more tutoring on math problems you can contact us at we can tutor you by email and phone if you live far from our center also you can talk about the height of their jump from the diving board also the angles of the divers… [cont.]
Answered by sensei ronald j.f. panlilio - Thu Aug 21 18:18:33 2008
Q. How would I describe the degrees and angles in the spins and turns in mathematical form for my math paper?
Asked by Bethany - Thu Aug 21 18:02:38 2008 - - 1 Answers - 0 Comments
A. well the angle of entry into the water, good divers enter from a straight line into the water, but a more diver would be angled a few degrees up or down also how many degrees do the rotate, as they spin on x or y axis kinda like skateboarders do they spin 90 degrees, 180, 360, 720 degrees or a sick 900 degrees as they spin in mid air do they do a pike position in the air which would be a 90 degrees angles with arms touching feet at 45 degrees each, if their form is a perfect they should form a triangle if you want more tutoring on math problems you can contact us at we can tutor you by email and phone if you live far from our center also you can talk about the height of their jump from the diving board also the angles of the divers… [cont.]
Answered by sensei ronald j.f. panlilio - Thu Aug 21 18:18:33 2008
What if we are nothing but variables and mathematical values?
Q. What if humans are nothing but variables - each of us different from one another because we have different mathematical values created by a master computer programmer - God? Yeah I just finished watching it lol, it really makes you think :P
Asked by Lelouch - Fri Jun 19 22:59:17 2009 - - 7 Answers - 0 Comments
A. You have been watching, The Matrix, right? It is a very interesting question you have asked! Perhaps we are unknown quantities because we are complex enough not to have a single value. Have you ever considered the idea that maybe God is a computer program as well?
Answered by Jim - Fri Jun 19 23:08:18 2009
Q. What if humans are nothing but variables - each of us different from one another because we have different mathematical values created by a master computer programmer - God? Yeah I just finished watching it lol, it really makes you think :P
Asked by Lelouch - Fri Jun 19 22:59:17 2009 - - 7 Answers - 0 Comments
A. You have been watching, The Matrix, right? It is a very interesting question you have asked! Perhaps we are unknown quantities because we are complex enough not to have a single value. Have you ever considered the idea that maybe God is a computer program as well?
Answered by Jim - Fri Jun 19 23:08:18 2009
In formal mathematical proofs, can you add diameters to a circle that is in the given diagram?
Q. In formal mathematical proofs, can you add diameters to a circle that is in the given diagram? In formal mathematical proofs, can you add diameters to a circle that is in the given diagram? The circle is shown with a center at point O, and four points marked on the circle. Two points seem ( if drawn a line through them ), to pass through the center. Can I drawn this line that passes through the center?
Asked by Ken - Tue May 13 19:15:55 2008 - - 2 Answers - 0 Comments
A. Hmm... something crucial is missing from this question, specifically the "given" diagram.
Answered by Puzzling - Tue May 13 19:22:04 2008
Q. In formal mathematical proofs, can you add diameters to a circle that is in the given diagram? In formal mathematical proofs, can you add diameters to a circle that is in the given diagram? The circle is shown with a center at point O, and four points marked on the circle. Two points seem ( if drawn a line through them ), to pass through the center. Can I drawn this line that passes through the center?
Asked by Ken - Tue May 13 19:15:55 2008 - - 2 Answers - 0 Comments
A. Hmm... something crucial is missing from this question, specifically the "given" diagram.
Answered by Puzzling - Tue May 13 19:22:04 2008
is there a mathematical way to solve mass spectrum problems given the peaks and percentages?
Q. i have the m/z and i'm given two peaks. is there a mathematical way to figure out the structure of the molecule?
Asked by kay l - Sun Feb 10 20:19:33 2008 - - 1 Answers - 0 Comments
A. In general, no, but with what you have been given, sort of. Presumably, you know something about the glop that you put into the MS machine (e.g., it has C, H, and O, but no I or Cl), so you can construct some plausible fragments and see whether they fit the measured peaks.
Answered by rhsaunders - Sun Feb 10 20:29:51 2008
Q. i have the m/z and i'm given two peaks. is there a mathematical way to figure out the structure of the molecule?
Asked by kay l - Sun Feb 10 20:19:33 2008 - - 1 Answers - 0 Comments
A. In general, no, but with what you have been given, sort of. Presumably, you know something about the glop that you put into the MS machine (e.g., it has C, H, and O, but no I or Cl), so you can construct some plausible fragments and see whether they fit the measured peaks.
Answered by rhsaunders - Sun Feb 10 20:29:51 2008
What is the difference between the 12th and 11th edition of Introductory Mathematical Analysis?
Q. What is the difference between the 12th and 11th edition of Introductory Mathematical Analysis for Business, Economics, and the Life and Social Sciences by Ernest F. Haeussler, Jr., Richard S. Paul and Richard Wood? Thanks.
Asked by Nick P - Thu Sep 11 19:31:34 2008 - - 1 Answers - 0 Comments
A. From what I can tell, not all that much in total concentration. Editions are brought out from time to time, sometimes because of a new discovery or different view on a topic, but often it is to line the pockets of the author and the school, straight up. It is an economical thing. You will be hard pressed to keep up with using an older version because material is not in the same order.
Answered by Curious_Yank_in_South_Korea - Mon Sep 15 17:59:13 2008
Q. What is the difference between the 12th and 11th edition of Introductory Mathematical Analysis for Business, Economics, and the Life and Social Sciences by Ernest F. Haeussler, Jr., Richard S. Paul and Richard Wood? Thanks.
Asked by Nick P - Thu Sep 11 19:31:34 2008 - - 1 Answers - 0 Comments
A. From what I can tell, not all that much in total concentration. Editions are brought out from time to time, sometimes because of a new discovery or different view on a topic, but often it is to line the pockets of the author and the school, straight up. It is an economical thing. You will be hard pressed to keep up with using an older version because material is not in the same order.
Answered by Curious_Yank_in_South_Korea - Mon Sep 15 17:59:13 2008
what mathematical skills do you need to become a successful dentist?
Q. What type of mathematical skills do you need to become a dentist? If you know any can you please list them. thanks :)
Asked by Ellie - Sun Nov 2 23:57:36 2008 - - 5 Answers - 0 Comments
A. When I attended dental school one of the requirements for admission was calculus one and two. But once in dental school we had no need for calculus
Answered by Voltron - Mon Nov 3 00:00:15 2008
Q. What type of mathematical skills do you need to become a dentist? If you know any can you please list them. thanks :)
Asked by Ellie - Sun Nov 2 23:57:36 2008 - - 5 Answers - 0 Comments
A. When I attended dental school one of the requirements for admission was calculus one and two. But once in dental school we had no need for calculus
Answered by Voltron - Mon Nov 3 00:00:15 2008
Does anyone know any good books about mathematical astronomy?
Q. I am really interested in mathematical astronomy. It seems that no one publishes any good books about it. I would like to learn a bit more about it. Does anyone know any good books about it?
Asked by Noah R - Fri Jan 25 14:13:42 2008 - - 2 Answers - 1 Comments
A. You need a firm basis in mathematics to do any kind of advanced astronomy, so in a sense every astronomy book (except books geared to non-scientists) is mathematical. Here are five books that you might be interested in: 1) Astronomical Algorithms, by Jean Meeus (available from Willman Bell ) 2) Mathematical Astronomy Morsels, by Jean Meeus (available from Willman Bell) 3) Explanatory Supplement to the Astronomical Almanac, edited by P. Kenneth Seidelmann (available from Amazon) 4) Textbook on Spherical Astronomy, by W.M. Smart (available from Amazon) 5) Statistical Astronomy, by Robert J. Trumpler and Harold F. Weaver (out of print, used copies available from Amazon) Astronomical Algorithms explains how to do calculations useful for… [cont.]
Answered by Dr Bob - Fri Jan 25 16:09:15 2008
Q. I am really interested in mathematical astronomy. It seems that no one publishes any good books about it. I would like to learn a bit more about it. Does anyone know any good books about it?
Asked by Noah R - Fri Jan 25 14:13:42 2008 - - 2 Answers - 1 Comments
A. You need a firm basis in mathematics to do any kind of advanced astronomy, so in a sense every astronomy book (except books geared to non-scientists) is mathematical. Here are five books that you might be interested in: 1) Astronomical Algorithms, by Jean Meeus (available from Willman Bell ) 2) Mathematical Astronomy Morsels, by Jean Meeus (available from Willman Bell) 3) Explanatory Supplement to the Astronomical Almanac, edited by P. Kenneth Seidelmann (available from Amazon) 4) Textbook on Spherical Astronomy, by W.M. Smart (available from Amazon) 5) Statistical Astronomy, by Robert J. Trumpler and Harold F. Weaver (out of print, used copies available from Amazon) Astronomical Algorithms explains how to do calculations useful for… [cont.]
Answered by Dr Bob - Fri Jan 25 16:09:15 2008
Is there mathematical proof that when a cue ball hits an object ball at an angle the paths they follow are 90*
Q. basically i know that in snooker or billiards or pool when you hit the cue ball at a stationary object ball the paths they follow after collision are at right angles to each other. i was wondering if anybody knew any mathematical proof that shows that this is true. im just saying if there is no spin and both balls have perfect elasticity and there is little to no friction im saying that the natural angle providing the cue ball hits it at angle and not straight on is 90*. IT never happens because of various factors such as spin and friction but discounting these things and the cue balls paths will go off perpendicular to each other
Asked by neil - Thu Oct 11 16:29:40 2007 - - 9 Answers - 0 Comments
A. Yes, there is such a proof, provided you make the following assumptions: 1. a perfectly elastic collision with no friction; 2. No "english"; 3. the two balls have the same mass; 4. Both balls actually move after the collision (an alternate solution is that the cue ball stops dead) Let's use capital leters for velocity vectors, and small letters for speed: V = initial velocity vector of cue ball; v = |V| V1 = final velocity vector of cue ball; v1 = |V1| V2 = final velocity vector of other ball; v2 = |V2| By conservation of momentum: Total momentum before = total momentum after: mV = mV1 + mV2 or (dividing by m): V = V1 + V2 Now, a general theorem about adding vectors says that: |A+B| = |A| + |B| + 2|A||B|cos , where is the angle… [cont.]
Answered by RickB - Thu Oct 11 17:38:27 2007
Q. basically i know that in snooker or billiards or pool when you hit the cue ball at a stationary object ball the paths they follow after collision are at right angles to each other. i was wondering if anybody knew any mathematical proof that shows that this is true. im just saying if there is no spin and both balls have perfect elasticity and there is little to no friction im saying that the natural angle providing the cue ball hits it at angle and not straight on is 90*. IT never happens because of various factors such as spin and friction but discounting these things and the cue balls paths will go off perpendicular to each other
Asked by neil - Thu Oct 11 16:29:40 2007 - - 9 Answers - 0 Comments
A. Yes, there is such a proof, provided you make the following assumptions: 1. a perfectly elastic collision with no friction; 2. No "english"; 3. the two balls have the same mass; 4. Both balls actually move after the collision (an alternate solution is that the cue ball stops dead) Let's use capital leters for velocity vectors, and small letters for speed: V = initial velocity vector of cue ball; v = |V| V1 = final velocity vector of cue ball; v1 = |V1| V2 = final velocity vector of other ball; v2 = |V2| By conservation of momentum: Total momentum before = total momentum after: mV = mV1 + mV2 or (dividing by m): V = V1 + V2 Now, a general theorem about adding vectors says that: |A+B| = |A| + |B| + 2|A||B|cos , where is the angle… [cont.]
Answered by RickB - Thu Oct 11 17:38:27 2007
Is there any use of joing UCMAS when calculators are available to solve any mathematical calulations?
Q. Is there any use of joing UCMAS when calculators are available to solve any mathematical calulations?
Asked by Joseph - Tue Apr 7 12:23:44 2009 - - 2 Answers - 0 Comments
A. Yes.Whatever new method you learn, will enhance your capability,you should regularly practice, when course is over.
Answered by MAHENDRA CHAVDA - Fri Apr 10 15:12:00 2009
Q. Is there any use of joing UCMAS when calculators are available to solve any mathematical calulations?
Asked by Joseph - Tue Apr 7 12:23:44 2009 - - 2 Answers - 0 Comments
A. Yes.Whatever new method you learn, will enhance your capability,you should regularly practice, when course is over.
Answered by MAHENDRA CHAVDA - Fri Apr 10 15:12:00 2009
What did Pythagoras say could be explained in mathematical terms?
Q. i am doing a project in world studies and i cant seem to find what Pythagoras said could be explained in mathematical terms. Please help, and short answers please, im only a freshman not a philosopher. Thank you for your help thanks again
Asked by Kayla S - Thu Jan 8 19:48:24 2009 - - 2 Answers - 0 Comments
A. He said that the entire universe could be explained by mathematics.
Answered by Duke Paul-Muad'Dib Atreides - Thu Jan 8 19:54:29 2009
Q. i am doing a project in world studies and i cant seem to find what Pythagoras said could be explained in mathematical terms. Please help, and short answers please, im only a freshman not a philosopher. Thank you for your help thanks again
Asked by Kayla S - Thu Jan 8 19:48:24 2009 - - 2 Answers - 0 Comments
A. He said that the entire universe could be explained by mathematics.
Answered by Duke Paul-Muad'Dib Atreides - Thu Jan 8 19:54:29 2009
What is the mathematical average of the number of days in a typical year, the number of days in a week, and th?
Q. What is the mathematical average of the number of days in a typical year, the number of days in a week, and the number of hours in a day?
Asked by TheGeneral - Tue Sep 8 03:45:35 2009 - - 2 Answers - 0 Comments
A. The mathematical average of the number of days in a typical year, the number of days in a week, and the number of hours in a day is equal to: The mathematical average of 365,7,1(as unit should be the same =day) =365+7+1/3 =373/3 =124.333 days
Answered by Hemil - Tue Sep 8 03:58:37 2009
Q. What is the mathematical average of the number of days in a typical year, the number of days in a week, and the number of hours in a day?
Asked by TheGeneral - Tue Sep 8 03:45:35 2009 - - 2 Answers - 0 Comments
A. The mathematical average of the number of days in a typical year, the number of days in a week, and the number of hours in a day is equal to: The mathematical average of 365,7,1(as unit should be the same =day) =365+7+1/3 =373/3 =124.333 days
Answered by Hemil - Tue Sep 8 03:58:37 2009
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